Triangles, Squares and Hexagons always tessellate.
Each interior angle of a regular polygon that tessellates by itself is a factor of 360°.
yes
Yes, a regular polygon is always equiangular.
No. A hexagon is always a polygon, but the reverse isn't true.
no
No. An equilateral polygon with 5 or with 7 or more sides will not tessellate a plane.
Each interior angle of a regular polygon that tessellates by itself is a factor of 360°.
All sorts. For starters, no convex polygon with more than six sides tessellates, and various polyominoes of seven or more squares don't.
No, it will not tessellate.
CHARACTERISTICS OF REGULAR POLYGON WHICH CAN TESSELLATE:1. Polygon must be regular convex polygon which means that every angle and sides are equal in measurement.2. Measurement of every corner angle must be divisible by 360, thus, (n-2) | 2n.3. Polygon must have the number of sides of either 3, 4, or 6.
A Square is a polygon that is always regular.
yes
Yes, a regular polygon is always equiangular.
No. A hexagon is always a polygon, but the reverse isn't true.
Not everything tessellates
Yes, squares can tessellate.
A rhombus tessellates.